1/9=a/(a+24)

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Solution for 1/9=a/(a+24) equation:


D( a )

a+24 = 0

a+24 = 0

a+24 = 0

a+24 = 0 // - 24

a = -24

a in (-oo:-24) U (-24:+oo)

1/9 = a/(a+24) // - a/(a+24)

1/9-(a/(a+24)) = 0

(-1*a)/(a+24)+1/9 = 0

(-1*9*a)/(9*(a+24))+(1*(a+24))/(9*(a+24)) = 0

1*(a+24)-1*9*a = 0

24-8*a = 0

(24-8*a)/(9*(a+24)) = 0

(24-8*a)/(9*(a+24)) = 0 // * 9*(a+24)

24-8*a = 0

24-8*a = 0 // - 24

-8*a = -24 // : -8

a = -24/(-8)

a = 3

a = 3

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